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Miner Light Laser 10W (Miner Light_Laser 10W.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Laser 10W" ShortName="Laser 10W" Company="Miner Light" Version="2">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>94f78a60-25ff-4e5e-810f-41472cd588d4</Thumbnail>
  <History Date="08-09-24" Author="Nic Morris" Comment="Created (very poor documentation)" Version="0" />
  <History Date="02-10-25" Author="Nic Morris" Comment="Created from Unknown Animation Laser (effectively identical)" Version="2" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="10~255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed Col Sel" Display="'Fixed Col Sel'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Col Change" Display="'Col Change'" Dmx="35~39" Colour="0,0,0" />
      <Function ID="3" Name="Default Col" Display="'Default Col'" Dmx="40~44" Colour="0,0,0" />
      <Function ID="4" Name="Colourful Cols" Display="'Colourful Cols'" Dmx="45~46" Colour="0,0,0" />
      <Function ID="5" Name="2 Segment Col 4 Step" Display="'2 Segment Col 4 Step'" Dmx="47~66" Colour="0,0,0" />
      <Function ID="6" Name="3 Segment Col 4 Step" Display="'3 Segment Col 4 Step'" Dmx="67~96" Colour="0,0,0" />
      <Function ID="7" Name="4 Segment Col 4 Step" Display="'4 Segment Col 4 Step'" Dmx="97~126" Colour="0,0,0" />
      <Function ID="8" Name="8 Segment Col 4 Step" Display="'8 Segment Col 4 Step'" Dmx="127~150" Colour="0,0,0" />
      <Function ID="9" Name="16 Segment Col 4 Step" Display="'16 Segment Col 4 Step'" Dmx="151~174" Colour="0,0,0" />
      <Function ID="10" Name="32 Segment Col 4 Step" Display="'32 Segment Col 4 Step'" Dmx="175~214" Colour="0,0,0" />
      <Function ID="11" Name="Simulated Col Mixing" Display="'Simulated Col Mixing'" Dmx="215~247" Colour="0,0,0" />
      <Function ID="12" Name="Col Gradient" Display="'Col Gradient'" Dmx="248~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Col_Mac_Spd" Name="Col Mac Spd" Description="" Group="C">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="FWD" Display="'FWD %.1f%%',100.0~0.0" Dmx="127~10" Colour="0,0,0" />
      <Function ID="2" Name="Stop" Display="'Stop'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="3" Name="REV" Display="'REV %.1f%%',0.0~100.0" Dmx="128~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Pattern" Name="Pattern" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Pattern_Group" Name="Pattern Group" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Basic Geometric 1" Display="'Basic Geometric 1'" Dmx="0~0" />
      <Function ID="2" Name="Basic Geometric 2" Display="'Basic Geometric 2'" Dmx="25~49" />
      <Function ID="3" Name="Edge Highlight" Display="'Edge Highlight'" Dmx="50~74" />
      <Function ID="4" Name="Dot" Display="'Dot'" Dmx="75~99" />
      <Function ID="5" Name="ILDA Animation 1" Display="'ILDA Animation 1'" Dmx="125~149" />
      <Function ID="6" Name="ILDA Animation 2" Display="'ILDA Animation 2'" Dmx="150~174" />
      <Function ID="7" Name="ILDA Animation 3" Display="'ILDA Animation 3'" Dmx="175~199" />
      <Function ID="8" Name="ILDA Animation 4" Display="'ILDA Animation 4'" Dmx="200~224" />
      <Function ID="9" Name="ILDA Animation 5" Display="'ILDA Animation 5'" Dmx="225~255" />
    </Attribute>
    <Attribute ID="Size" Name="Size" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Size" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Auto_Scale" Name="Auto Scale" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Pattern Size Sel" Display="'Pattern Size Sel'" Dmx="0~0" />
      <Function ID="2" Name="Speed Sel" Display="'Speed Sel %.f%%',0~100" Dmx="16~55" />
      <Function ID="3" Name="High->Low Spd" Display="'High->Low Spd %.f%%',0~100" Dmx="56~95" />
      <Function ID="4" Name="Size Speed Sel" Display="'Size Speed Sel'" Dmx="96~135" />
      <Function ID="5" Name="2 Point Irregular Cycle" Display="'2 Point Irregular Cycle'" Dmx="136~175" />
      <Function ID="6" Name="3-Point Irregular Cycle" Display="'3-Point Irregular Cycle'" Dmx="176~215" />
      <Function ID="7" Name="4-Point Irregular Cycle" Display="'4-Point Irregular Cycle'" Dmx="216~255" />
    </Attribute>
    <Attribute ID="Z-Rot" Name="Z-Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Angle" Display="'Angle %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="X-Rot" Name="X-Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'Position %.1f%%',100.0~0.0" Dmx="0~127" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Y-Rot" Name="Y-Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'Position %.1f%%',100.0~0.0" Dmx="0~127" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Pan" Name="Horiz Pos" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Vert Pos" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="X-Wave" Name="X-Wave" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Waves" Display="'No Waves'" Dmx="0~0" />
      <Function ID="2" Name="Waves" Display="'Waves %.1f%%',0.0~100.0" Dmx="2~255" />
    </Attribute>
    <Attribute ID="Drawing" Name="Drawing" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Drawing" Display="'No Drawing'" Dmx="0~0" />
      <Function ID="2" Name="Manual 1" Display="'Manual 1'" Dmx="2~63" />
      <Function ID="3" Name="Manual 2" Display="'Manual 2'" Dmx="64~127" />
      <Function ID="4" Name="Open Pulse" Display="'Open Pulse'" Dmx="128~153" />
      <Function ID="5" Name="Close Pulse" Display="'Close Pulse'" Dmx="154~179" />
      <Function ID="6" Name="Pulse 1" Display="'Pulse 1'" Dmx="180~205" />
      <Function ID="7" Name="Pulse 2" Display="'Pulse 2'" Dmx="206~255" />
    </Attribute>
    <Attribute ID="Dynamic_FX" Name="Dynamic FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Effect Radio Sel" Display="'Effect Radio Sel %.1f%%',0.0~100.0" Dmx="2~202" />
      <Function ID="3" Name="Line Effect" Display="'Line Effect'" Dmx="203~214" />
      <Function ID="4" Name="Animation Effect" Display="'Animation Effect'" Dmx="215~224" />
      <Function ID="5" Name="Outdoor Landmark Effect" Display="'Outdoor Landmark Effect'" Dmx="225~234" />
      <Function ID="6" Name="Random" Display="'Random'" Dmx="235~255" />
    </Attribute>
    <Attribute ID="Dynamic_FX_Spd" Name="Dynamic FX Spd" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Default" Display="'Default'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="2~255" />
    </Attribute>
  </Control>
  <Mode Name="Normal, 16 DMX" Channels="16" Id="62c3850a-f0d0-4db0-b172-8f91862a6885">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Col_Mac_Spd" ChannelOffset="4" Wheel="9" />
      <Attribute ID="Pattern" ChannelOffset="5" Wheel="13" />
      <Attribute ID="Pattern_Group" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Size" ChannelOffset="7" Wheel="19" />
      <Attribute ID="Auto_Scale" ChannelOffset="8" Wheel="20" />
      <Attribute ID="Z-Rot" ChannelOffset="9" Wheel="49" />
      <Attribute ID="X-Rot" ChannelOffset="10" Wheel="50" />
      <Attribute ID="Y-Rot" ChannelOffset="11" Wheel="51" />
      <Attribute ID="Pan" ChannelOffset="12" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="13" Wheel="3" />
      <Attribute ID="X-Wave" ChannelOffset="14" Wheel="22" />
      <Attribute ID="Dynamic_FX" ChannelOffset="15" Wheel="23" />
      <Attribute ID="Dynamic_FX_Spd" ChannelOffset="16" Wheel="24" />
    </Include>
  </Mode>
  <Mode Name="Expert, 20 DMX" Channels="20" Id="8b5460dc-3aa8-44ff-9058-babca1366dbd">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Col_Mac_Spd" ChannelOffset="7" Wheel="9" />
      <Attribute ID="Pattern" ChannelOffset="8" Wheel="13" />
      <Attribute ID="Pattern_Group" ChannelOffset="9" Wheel="14" />
      <Attribute ID="Size" ChannelOffset="10" Wheel="19" />
      <Attribute ID="Auto_Scale" ChannelOffset="11" Wheel="20" />
      <Attribute ID="Z-Rot" ChannelOffset="12" Wheel="49" />
      <Attribute ID="X-Rot" ChannelOffset="13" Wheel="50" />
      <Attribute ID="Y-Rot" ChannelOffset="14" Wheel="51" />
      <Attribute ID="Pan" ChannelOffset="15" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="16" Wheel="3" />
      <Attribute ID="X-Wave" ChannelOffset="17" Wheel="22" />
      <Attribute ID="Drawing" ChannelOffset="18" Wheel="6" />
      <Attribute ID="Dynamic_FX" ChannelOffset="19" Wheel="23" />
      <Attribute ID="Dynamic_FX_Spd" ChannelOffset="20" Wheel="24" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Legend="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Legend="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Legend="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Legend="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Legend="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Legend="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Legend="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Legend="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Legend="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Legend="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Legend="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Legend="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Legend="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Legend="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Legend="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Legend="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Legend="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Legend="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Legend="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>